Table 3.
Estimated BH masses (MBH), Eddington ratios (λEdd), and the FWHMs and luminosities used in their calculation for the quasar J1120+0641.
| FWHMHβ | LHβ | MBH, Hβ | λEdd, Hβ | |||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Model | 5100 Å, G | 5100 Å, V | Hβ, G | Hβ, V* | 5100 Å, G | 5100 Å, V | Hβ, G | Hβ, V* | ||
| (km/s) | (1044 erg/s) | (109 M⊙) | ||||||||
| BPL | ![]() |
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| DG | ![]() |
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Notes. Full width half maximum and luminosity LHβ are taken from the Hβ BLR model fit to the integrated quasar spectrum, from each of the two models shown in Figure 5. The models use the Park et al. (2022) iron template and have different assumptions in the assumed Hβ BLR shape (BPL and DG). There are four calculated BH masses for each model; using the 5100 Å luminosity of λL5100 = 1.76 × 1046 erg/s (Equation (5)), and using the Hβ luminosity (Equation (6)), assuming the Greene & Ho (2005) (G) and Vestergaard & Peterson (2006) (V) empirical calibrations. The quoted measurement uncertainties do not include the uncertainties in the parameters a and b used in these calibrations or the scatter in the relations of 0.43 dex. The Eddington ratio λEdd = LBol/LEdd is calculated for each of these BH masses, assuming a bolometric luminosity of
from Yue et al. (2024). *The Vestergaard & Peterson (2006) Hβ-only masses are significantly larger than the three other estimates, and so we exclude these as outliers in our analysis, including them here only for reference.
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